# When a constant is on top of a function

• March 14th 2009, 09:28 PM
cammywhite
When a constant is on top of a function
When a constant is the numerator

For example,
$

z = \frac{x}{y+1}
$

Can I rewrite it as $z = x(\frac{1}{y+1})$

So that $\frac {\partial z}{\partial y}= 0 + x[- \frac {1}{(y+1)^2}]$
• March 14th 2009, 09:34 PM
oswaldo
Yes. But you don't need to:
$
\frac {\partial z}{\partial y}= \frac {0(y+1)-1(x)}{(y+1)^2}
$